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Eligibility Guidelines: Successful completion of one year of pre-calculus is recommended.

MATH 1131Q: Calculus I

Four credits ($200). Offered Fall only.

Students who matriculate to UConn cannot receive credit for MATH 1131Q and 1151Q. Limits, continuity, differentiation of algebraic and transcendental functions, antidifferentiation, definite integrals, the Fundamental Theorem of Calculus, u-substitution, with applications to the physical and engineering sciences.

Eligibility Guidelines: Successful completion of one year of pre-calculus is required. A student must pass MATH 1131Q with a grade of a “C” or higher to continue on to MATH 1132Q. To receive credit for the MATH 1131Q – MATH 1132Q sequence a student must pass MATH 1131Q in the Fall with a C or higher and continue to MATH 1132Q in the following Spring. The sequence must be completed in one academic year.

MATH 1132Q: Calculus II

A continuation of MATH 1131Q with techniques of integration, applications of integration, infinite sequences and series, power and Taylor series, polar coordinates and parametric equations, with applications to the physical sciences and engineering.

Eligibility Guidelines: Successful completion of one year of pre-calculus is required. A student must pass MATH 1131Q with a grade of a “C” or higher to continue on to MATH 1132Q. To receive credit for the MATH 1131Q – MATH 1132Q sequence a student must pass MATH 1131Q in the Fall with a C or higher and continue to MATH 1132Q in the following Spring. The sequence must be completed in one academic year.

Instructor Certification Requirements:

The minimum degree requirement for instructors wishing to teach UConn ECE mathematics courses is typically a Master’s degree in Mathematics. In exceptional cases, a strong Bachelor’s degree with evidence that the candidate is enrolled in a program to earn a Master’s degree may be considered. A candidate with a Master’s in Education may also be considered if coupled with a strong Bachelor’s degree in Mathematics. Interviews will be conducted before certification is granted. The Math Department will not certify candidates that have earned a degree completely through online coursework.

**The transcript must include at least one course on the theory of calculus (i. e., Real Analysis or Theoretical Advanced Calculus) with a grade of B or better.**

Note: Core Questions are given to Instructors to include in final exams by the University’s Mathematics Department.